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- Path: sparky!uunet!wupost!zaphod.mps.ohio-state.edu!moe.ksu.ksu.edu!mimbres.cs.unm.edu!pprg.unm.edu!daemon
- From: kar@cse.unl.edu (kokaveera raghavarao)
- Newsgroups: comp.soft-sys.khoros
- Subject: (none)
- Message-ID: <41731@pprg.eece.unm.edu.pprg.unm.edu>
- Date: 19 Nov 92 13:36:16 GMT
- Sender: news@pprg.unm.edu
- Lines: 35
-
- Hi!
- Can you help me in solving the following problem on regular polygons.
-
-
- I am having a regular polygon with
-
- vertices = n
- degree of each vertex = d
- Number of edges in each face = f
-
- Is there any way to compute the number of vertices that are not adjacent
- on a deterministic machine. I deviced an algorithm to solve the problem
- on a non-deterministic machine which is not that hard. I am curious to
- know if there is a deterministic solution to the above problem. I found
- that this problem has very good application in Neural Networks.
-
- Is the problem NP-Complete ?
-
- Thanks
- -Raghav
-
-
-
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- Koka Veera Raghava Rao
- 502 S 12 K
- Idle man's mind #802
- Lincoln
- is devil's workshop. NE - 68508
- Ph (402) 438-5183
- kar@cse.unl.edu
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